Synoptic classification of living organism by R.S.K. Barnes

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Microreversibility proof for moving expansion functions I next shall prove (114). To do so in the present rather complicated situation, it appears most convenient to proceed indirectly, along lines analogous to (15)—(18). First I shall show that the analogue of (15 a) holds in the impact parameter coupled state approximation, with moving expansion functions, where Φ|(ί), ^f(0 are two functions obeying (76) and having expansions of the form (108b). , ^ f ( 0 is prescribed by the final condi­ tions that cf(t) in (115) equals cf(r) in (110a) when t = r.